时变Riccati方程解的自适应非平稳控制——在振动系统定位控制中的应用

S. Hara
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引用次数: 7

摘要

作者提出了一种利用时变Riccati方程(TVREs)的解设计时变增益型控制器的有效方法,并将其应用于振动系统的定位控制。该方法同时生成TVRE的解和被控对象的响应。在实际实现中通过实时计算得到时变增益。这一特性便于实现一些自适应控制。然而,这种控制方法尚未得到充分解决。本文根据前人研究的特点,讨论了一种自适应非平稳控制方法。我们选择安装在X-Y工作台上的柔性结构作为受控对象的例子。其定位和减振是本文应用的目的。通过数值计算和实验验证了该方法的有效性。
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Adaptive Nonstationary Control Using Solutions of Time-Varying Riccati Equations-Its Application to Positioning Control of Vibration Systems
The author's previous study proposed an efficient design method of time-varying gain type controller using the solutions of time-varying Riccati equations (TVREs) and its application to positioning control of vibration systems. This method generates the solutions of a TVRE and the responses of a controlled object simultaneously. The time-varying gains are obtained by realtime computations in actual implementations. This feature is convenient for the realization of some adaptive control. However, such a control method has not been fully addressed yet. This study discusses an adaptive nonstationary control (ANSC) method based on the feature of the previous study. We select a flexible structure installed on an X-Y table as a controlled object example. Its positioning and residual vibration reduction are the purposes of the application in this paper. The effectiveness of the ANSC method is verified by numerical calculations and experiments.
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